most citedAutomatic Homeomorphicity of Locally Moving Clones

4 citations · 6 across the 6 of their papers we have counts for

collaborators

6 papers

math.LO2015★ 4 cited

Automatic Homeomorphicity of Locally Moving Clones

Robert Barham

We extend the work of M. Rubin on locally moving groups to clones, showing that a locally moving polymorphism clone has automatic homeomorphicity with respect to the class of all p…

math.LO2015

Note on Representing -categorical Linear Orders

Robert Barham

These notes find a canonical representation of the -categorical linear orders based on Joseph Rosenstein's description. A unique minimal representation, called the normal…

math.LO2015

The -categorical Trees and Cycle-free Partial Orders

Robert Barham

We provide a description of the structure of -categorical trees and cycle-free partial orders. First the maximal branches of -categorical tree are examined, fol…

math.LO2015★ 2 cited

The Reconstruction of Cycle-free Partial Orders from their Abstract Automorphism Groups III : Decorated CFPOs

Robert Barham

In this triple of papers, we examine when two cycle-free partial orders can share an abstract automorphism group. This question was posed by M. Rubin in his memoir concerning the r…

math.LO2015

The Reconstruction of Cycle-free Partial Orders from their Abstract Automorphism Groups II : Cone Transitive CFPOs

Robert Barham

In this triple of papers, we examine when two cycle-free partial orders can share an abstract automorphism group. This question was posed by M. Rubin in his memoir concerning the r…

math.LO2015

The Reconstruction of Cycle-free Partial Orders from their Abstract Automorphism Groups I : Treelike CFPOs

Robert Barham

In this triple of papers, we examine when two cycle-free partial orders can share an abstract automorphism group. This question was posed by M. Rubin in his memoir concerning the r…